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 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "# Chapter 03: Collisions\n",
    "\n",
    "# *The interactions of multiple particles in dense systems*\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Introduction\n",
    "Particle collisions are the dominating interaction happening in plasmas. There are two types of collisions:\n",
    "1. Elastic collisions: collisions where the only exchange of energy involve kinetic energy; e.g. direct collisions, Coulomb collisions;\n",
    "2. Inelastic collisions: collisions where the kinetic energy is lost to other precesses; e.g. ionization, recombination, excitation, polarizing collisions.\n",
    "\n",
    "Collisions shoud always be understood in the framework of a projectile and a target.  The projectile is aimed at a target in a certain way (this \"aim\" is called the impact parameter) and the target is define by it's surface area (also called cross-section)."
   ]
  },
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "![image.png](attachment:image.png)\n",
    "The target can be one or many particles. The chance to hit the target is propertional to the cross-section ofthe target. A target with small cross-sectional area is hard to hit than a target with a larger cross-sectional area, keeping all other parameters constants."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "Now, let's look at the simplest of all collisions, using the *hard sphere* model. We suppose both the projectile and its target are spheres. The projectile has a radius $r_p$ and the target has a radius $r_t$. Then collisions occur only when the impact parameter $b$ is $$b<r_p+r_t.$$ As seen by the projectile the target size, or cross-section is $$\\sigma=\\pi r^2.$$ While $\\sigma$ is an area, it is not called $A$. This is due to the fact that for more complex models, like Coulomb collisions, it is much more complex that the actual area of the projectile-target system. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "## Collision parameters\n",
    "Let's start with $n$ projectiles incident on the target. The number of projectiles that have interacted with a target of thickness $dx$ is proportional to:\n",
    "1. The density of the incident beam of projectiles: $n$\n",
    "2. The density of particles inside the target: $n_g$\n",
    "3. The thickness of the target: $dx$\n",
    "\n",
    "The density $n$ is given in $m^{-3}$. For instance, a density $n=10^{10}m^{-3}$ means that there are $10^{10}$ particles per cubic meter.\n",
    "The constant of proportionality that link $dn$ to all the other parameters is called the cross-section (or cross-sectional area) of the interaction. It is given by\n",
    "$$dn=-\\sigma n n_gdx\\tag{3.1}$$\n",
    "The minus sign takes into account that the incoming \"beam\" of projectiles is losing projectiles as the beam penetrates deeper into the target.\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "If we suppose that all the projectiles have the same velocity $\\vec v$ then we can look at the particle flux $\\vec \\Gamma=n\\vec v$ instead of the particle density $n$.  We get a similar expression to Eq. $(3.1)$, namely $$d\\vec\\Gamma=-\\sigma \\vec \\Gamma n_g d x$$\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "We can be slightly more general by supposing that the beam of projectile does have variations in the velocity and we use $<v>$ as the average beam speed, rather than the individual projectile speeds $v_i$. The most important parameters, besides the cross-section, are the **collision frequency** $\\nu$\n",
    "$$\\nu=n_g\\sigma<v>\\tag{3.2}$$\n",
    "$<v>$ here is the average speed of the ensemble of projectiles. The collision frequency corresponds to the number of times per second that a projectile hits a target. The other important quantity is the **mean free path** $\\lambda$ \n",
    "$$\\lambda=\\frac{<v>}{\\nu}=\\frac{1}{n_g\\sigma}\\tag{3.3}$$\n",
    "It is the average distance traveled by the projectiles between collisions.  Finally, the mean time between interactions is given by $$\\tau=\\frac{\\lambda}{<v>}\\tag{3.4}.$$\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "Let's compute the mean free path in air, taking that the radius of each molecule is on the order of $R_{hs}=0.15nm$ (for $O_2$ or $N_2$). "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "At a pressure of 1 atmosphere, we can use $PV=NkT$ to compute the density of molecules. First, let's remember that $$n=\\frac{N}{V}$$ "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "133.24420677361854 nm\n"
     ]
    }
   ],
   "source": [
    "P=1e5 #in Pa\n",
    "T=273 #in K\n",
    "k=1.38e-23\n",
    "n=P/(k*T)\n",
    "R=0.15e-9 #in m\n",
    "sigma=3.1416*(2*R)**2\n",
    "mfp=1./(n*sigma)\n",
    "print (mfp*1e9,'nm')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "We will focus in the rest of the this chapter on elastic and inelastic Coulomb collisions, which often dominate plasmas. However the number of possible collision mechanisms in plasmas is quite rich:\n",
    "1. hard sphere (yes they do happen)\n",
    "2. polarizing collisions: when two molecules or atoms collide, their electrons can be rearrange and the molecules can acquire a dipole moment\n",
    "3. charge exchange: a fast, positively charged ion encounters a slow neutral and \"steals\" its electron. Now the neutral is fast and the ion is slow, the charges have been exchange but with no significant loss in momentum."
   ]
  },
  {
   "attachments": {
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    }
   },
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Collisions dynamics: \n",
    "![image.png](attachment:image.png)\n",
    "**Fig. 1: model of Coulomb collision with the orange mass not moving**\n",
    "\n",
    "\n",
    "Let's take two particles of mass $m_1$ and $m_2$ interacting via an action force $\\vec F_{1->2}$ and a reaction force $\\vec F_{2\\rightarrow1}=-\\vec F_{1\\rightarrow2}$. If we suppose that the orange charge is not moving, the angles shown in the figure above can be used to describe the collision. Using the equation of motion for both particles we get $$m_1\\ddot{\\vec x}_1=\\vec F_{2\\rightarrow1}\\\\m_2\\ddot{\\vec x}_2=\\vec F_{1\\rightarrow2}$$\n",
    "So we get $$\\frac{m_1m_2}{m_1+m_2}(\\ddot{\\vec x}_1-\\ddot{\\vec x}_2)=\\vec F_{2\\rightarrow1}\\tag{3.4}$$\n",
    "We introduce here the *reduced* mass $m_R=\\frac{m_1m_2}{m_1+m_2}$. If the force is a function of the distance $||\\vec x_1-\\vec x_2||$ (e.g. electrostatic force) then Eq. $(3.4)$ can be turned into $$m_R\\ddot{\\vec x}_R=\\vec F_{2\\rightarrow1}(\\vec x_R)$$\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "This is the equation of motion of the center of gravity of the system $(1,2)$ with reduced mass $m_R$.\n",
    "Using the conservation of momentum $m_Rr\\dot{\\theta}=const.=m_Rbv_i$ and using $u=\\frac{1}{r}$ and the fact that $\\dot{\\theta}=bv_ir^{-2}$ we get the the radial acceleration is $$ \\ddot{r}-r\\dot{\\theta}=-(bv_i)^2u^2\\Big(\\frac{d^2u}{d\\theta^2}+u\\Big)=\\frac{F_{2\\rightarrow1}}{m_R}$$\n",
    "Using the fact that $$\\vec F_{2\\rightarrow1}=\\frac{q_1q_2}{4\\pi\\varepsilon_0r^2}\\hat{r}$$ we get $$\\frac{d^2u}{d\\theta^2}+u=-\\frac{q_1q_2}{4\\pi\\varepsilon_0r^2}\\frac{1}{m_Rb^2v_i^2}$$\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "which solution is simply $$u=A\\cos(\\theta)-\\frac{q_1q_2}{4\\pi\\varepsilon_0r^2}\\frac{1}{m_rb^2v_i^2}$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "Initially, $r\\rightarrow-\\infty$ then $u_i\\rightarrow0$ so that $$A\\cos(\\theta)=\\frac{q_1q_2}{4\\pi\\varepsilon_0r^2}\\frac{1}{m_rb^2v_i^2}.$$ Of course, $\\dot{ x}_i=-v_i=-bv_i\\frac{du}{d\\theta}|_{u=u_i}$. We can infer from this that $$\\tan \\theta_i=\\frac{\\sin \\theta_i}{\\cos\\theta_i}=-\\frac{b}{b_{90}}$$ using $b_{90}=\\frac{q_1q_2}{4\\pi\\varepsilon_0r^2}\\frac{1}{m_rv_i^2}$. When $b=b_{90}$ we have that $\\tan \\theta=-1$. For $\\theta=-45^\\circ$ we get $\\alpha=90^\\circ$. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "Of course, we have written a function for this type of collisions in Ch. 1, called `ODE_integration_E_with_charge`. However, we can be in a situation where both projectile and target start to move. In this case we have to use the center of mass coordinates."
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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    }
   },
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "![image.png](attachment:image.png)\n",
    "**Fig. 2: model of Coulomb collisions with both masses now free to move**\n",
    "\n",
    "\n",
    "We start with two particles of mass $m_1$ and $m_2$, with initial velocities $v_1$ and $v_2=0$ and impact parameter $b$. It is possible to use the model shown in Fig. 1 to describe the interaction. As before, the interaction here is only function of the distance between the two masses so we can use $\\vec r=\\vec x_1-\\vec x_2$.\n",
    "\n",
    "We now use the center of mass $$\\vec R=\\frac{m_1\\vec x_1+m_2\\vec x_2}{m_1+m_2}$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "With this center of mass comes a center of mass velocity $$\\vec V=\\dot{\\vec r}=\\frac{m_1\\vec v_1+m_2\\vec v_2}{m_1+m_2}.$$ Using the relative speed $v_R=\\vec v_1-\\vec v_2$ we get as before that $$m_R\\dot{\\vec v}_R=\\vec F_{2\\rightarrow1}$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "From momentum conservation we get that $$\\tan\\theta_1=\\frac{\\sin\\alpha}{\\frac{m_1}{m_2}\\frac{v_R}{v_R'}+\\cos(\\alpha)}$$ and $$\\tan\\theta_2=\\frac{\\sin\\alpha}{\\frac{v_R}{v_R'}-\\cos(\\alpha)}$$\n",
    "Because kinetic energy is conserved we get that $\\vec v_R=\\vec v_R'$. So the angle $\\theta_1$ is given by\n",
    "$$\\tan\\theta_1=\\frac{\\sin\\alpha}{\\frac{m_1}{m_2}+\\cos(\\alpha)}$$ and $\\theta_2$ by  $$\\theta_2=\\frac{1}{2}(\\pi-\\alpha)$$\n",
    "Let's compute the trajectory of both particles now."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "Let's import our modules"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "import math\n",
    "from math import sqrt as sqrt\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "And let's create a container that has all the information required to define a charged particle."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [],
   "source": [
    "class charged_particle:\n",
    "    m=9.10938356e-31 #mass \n",
    "    q=-1.60217662e-19 #charge\n",
    "    x=np.zeros(3) #location\n",
    "    v=np.zeros(3) #speed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "def binary_Coulomb_collision(charged_particle_0,charged_particle_1,time_frame,n_steps):\n",
    "    loc=np.zeros((3,n_steps,2)) \n",
    "    loc[:,0,0]=charged_particle_0.x\n",
    "    loc[:,0,1]=charged_particle_1.x\n",
    "    v_old=np.zeros((3,2))\n",
    "    v_old[:,0]=charged_particle_0.v\n",
    "    v_old[:,1]=charged_particle_1.v\n",
    "    v_new=np.zeros((3,2))\n",
    "    dt=(time_frame[1]-time_frame[0])/n_steps\n",
    "    for i in range(1,n_steps,1):\n",
    "        R=loc[:,0,0]-loc[:,0,1]\n",
    "        r=np.linalg.norm(R)\n",
    "        F=1/(4*np.pi*8.85e-12)*charged_particle_0.q*charged_particle_1.q/r**2*R/r\n",
    "        v_new[:,0]=F/charged_particle_0.m*dt+v_old[:,0]\n",
    "        v_new[:,1]=-F/charged_particle_1.m*dt+v_old[:,1]\n",
    "        loc[:,i,:]=v_new*dt+loc[:,i-1,:] #new position\n",
    "        v_old=v_new\n",
    "    return loc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "def plot_2D(r,n_interpolated=1,plot_size=3,plot_axes='axes'):\n",
    "    n = len(r[0,:,0])\n",
    "    k = n_interpolated\n",
    "    x_interpolated_0 = np.interp(np.arange(n * k), np.arange(n) * k, r[0,:,0])\n",
    "    y_interpolated_0 = np.interp(np.arange(n * k), np.arange(n) * k, r[1,:,0])\n",
    "    x_interpolated_1 = np.interp(np.arange(n * k), np.arange(n) * k, r[0,:,1])\n",
    "    y_interpolated_1 = np.interp(np.arange(n * k), np.arange(n) * k, r[1,:,1])\n",
    "    fig, ax = plt.subplots(1, 1, figsize=(plot_size, plot_size))\n",
    "    # Now, we draw our points with a gradient of colors.\n",
    "    ax.scatter(x_interpolated_0, y_interpolated_0, c=range(n*k), linewidths=0,\n",
    "               marker='o', s=2*plot_size, cmap=plt.cm.jet,) \n",
    "    ax.scatter(x_interpolated_1, y_interpolated_1, c=range(n*k), linewidths=0,\n",
    "               marker='o', s=2*plot_size, cmap=plt.cm.viridis,) \n",
    "    ax.axis('equal')\n",
    "    if (plot_axes!=\"axes\"):\n",
    "        ax.set_axis_off()\n",
    "    else:\n",
    "        plt.xlabel(\"x (m)\")\n",
    "        plt.ylabel(\"y (m)\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
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AAADNJCzYHWiqTp06yeFw1Nn9Ij8/XwkJCfVek5CQYFS/oTbKyspUWFgYMAvdWDsul0sul6vJnwEAAIDQETIz0E6nUykpKVq9erWvzOPxaPXq1UpLS6v3mrS0tID6krRq1aoG69cnJSVF4eHhAe3s3r1b+/btM2oHAAAAZ4eQmYGWpKysLE2cOFEDBw7U4MGDNW/ePB0/flyTJk2SJE2YMEFdu3bVnDlzJEl33323LrvsMj311FMaNWqUFi1apE2bNumFF17wtVlQUKB9+/YpLy9PUlU4lqpmnhMSEhQVFaXJkycrKytLMTExioyM1PTp05WWltakHTgAAABwdgmpAD1mzBgdOnRIs2bNktvtVnJyslauXOl7UHDfvn2y22sm1YcOHaqFCxdq5syZeuihh9SrVy8tW7ZM/fr189V54403fAFcksaOHStJmj17th5++GFJ0ty5c2W325WZmanS0lJlZGTo+eefb4U7BgAAQFsTUvtAhyr2gQYAAGjbzsp9oAEAAIC2gAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAICBkAvQzz33nLp3766IiAilpqZqw4YNjdZfsmSJevfurYiICPXv318rVqwIOG9ZlmbNmqUuXbqoXbt2Sk9P12effRZQp3v37rLZbAHHo48+2uz3BgAAgLYvpAL04sWLlZWVpdmzZ2vz5s265JJLlJGRoYMHD9Zbf926dRo3bpwmT56sLVu2aPTo0Ro9erS2bdvmq/P444/r6aef1vz587V+/Xqdc845ysjIUElJSUBbjzzyiA4cOOA7pk+f3qL3CgAAgLbJZlmWFexONFVqaqoGDRqkZ599VpLk8XiUlJSk6dOna8aMGXXqjxkzRsePH9fy5ct9ZUOGDFFycrLmz58vy7KUmJio++67Tz//+c8lSUVFRYqPj9crr7yisWPHSqqagb7nnnt0zz33nFa/i4uLFRUVpaKiIkVGRp5WGwAAAGg5JnktZGagy8rKlJubq/T0dF+Z3W5Xenq6cnJy6r0mJycnoL4kZWRk+Orv2bNHbrc7oE5UVJRSU1PrtPnoo48qNjZWAwYM0BNPPKGKiooG+1paWqri4uKAAwAAAGeHsGB3oKkOHz6syspKxcfHB5THx8dr165d9V7jdrvrre92u33nvWUN1ZGku+66S5deeqliYmK0bt06ZWdn68CBA/rd735X7+fOmTNHv/rVr8xuEAAAACEhZAJ0MGVlZfl+vvjii+V0OnXHHXdozpw5crlcdepnZ2cHXFNcXKykpKRW6SsAAABaVsgs4ejUqZMcDofy8/MDyvPz85WQkFDvNQkJCY3W976atClVrcWuqKjQ3r176z3vcrkUGRkZcAAAAODsEDIB2ul0KiUlRatXr/aVeTwerV69WmlpafVek5aWFlBfklatWuWr36NHDyUkJATUKS4u1vr16xtsU5K2bt0qu92uzp07n8ktAQAAIASF1BKOrKwsTZw4UQMHDtTgwYM1b948HT9+XJMmTZIkTZgwQV27dtWcOXMkSXfffbcuu+wyPfXUUxo1apQWLVqkTZs26YUXXpAk2Ww23XPPPfp//+//qVevXurRo4d++ctfKjExUaNHj5ZU9SDi+vXrdcUVV+jcc89VTk6O7r33Xt10003q2LFjUMYBAAAAwRNSAXrMmDE6dOiQZs2aJbfbreTkZK1cudL3EOC+fftkt9dMqg8dOlQLFy7UzJkz9dBDD6lXr15atmyZ+vXr56vzwAMP6Pjx45oyZYoKCws1bNgwrVy5UhEREZKqlmMsWrRIDz/8sEpLS9WjRw/de++9AWucAQAA8O0RUvtAhyr2gQYAAGjbzsp9oAEAAIC2gAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABggAANAAAAGCBAAwAAAAYI0AAAAIABAjQAAABgICzYHUDzKz9xQp+tWCGb3a7uV16pdtHRwe4SAADAWYMAfZbZvmSJ/jFunKzKyoByh6r+YYc5HGp37rnq2KOHkoYPV8/MTCWkpckRxh8FAACAprBZlmUFuxNnu+LiYkVFRamoqEiRkZEt9jkVpaV6rGNHVZw8WeecTTUh2lb96lDVGh5HrSM8PFztY2MV3bu3umZkKDEzU+f26tVi/QYAAAg2k7zGtONZ5Jv//Kfe8CxJlt+rrfq1UlUB2lNd5v25orxcJ9xunXS7dWjtWn2ane0L3N4QHh4RoXYJCTr30kvVafRoxVxzjcI7dmzR+wMAAGgLCNBnkY49e8oeHi5Peflpt+EN2pWq+sPhH7S9AbtSkq2kRMf27lXJ3r06snSpb1bbN8Ntsym8QwdFnHee2n//+zr3xz9WxPe/LztLRQAAQIhjF46ziPOcczTyySfrPeeofrX5vdpqlTWFf8D2vvf/ucL7s2Wp/OhRlWzbpsI//EEHrrxS+8LD9bXNpgM2mw7abSpoF66i78TpRPowlT72a1V+9h+DngAAAAQHa6BbQWutgfZ9Xl6eVt5zj/atXauSI0ekigrfDLF3LXTt9/Za72vXDVfg+mn/tdPe895Z6vDqfoTVuibc77owSXab5HBIYWHVP9urfg5zSDbvh3dwSnFxUv8UKWO09IMfSVHRLTNwAADgW8skrxGgW0FrB+jGlJeU6Ou339YXr7+ug+vW6cRXX8lz/LjsHo8vAHtDrvdn//XP/mU21X0o0RumpboBOqxWezZJ4WFVIdpmk8Idfj97K/tf7L3I/4nHMEnntJcSk6SU4dIPxknJw6saAgAAaCICdBvTlgJ0U5xwu/X1smU69NZbKtq6VZUHD0plZXXCde2Z7IZmpqWaGeg6YTtMsturjvDq8OxwVAdoKTAo+3+I/wfVTvr+78NU1XBklJT0XWnwKGn4OCnh/JYYOgAAEKII0G1MqAXoU7EsS0e3btXhf/xDxatXq2z3blnFxXJUVgbMYtdeElJ75tq7hMPhqPo5rPYMtNRwgK6dxP1Te5jqhurawds/7dslucKljp2lHpdKg8dIyaMl1zktNIIAAKCtIUC3MWdbgG4KT0mJjv3rXzr+j3+o4qOPZO3fL/uJE3XCs3f2OcxeFZx966G9wbb29h61yxsL0I0t/6i9AXZ9G2L7z2iHSYpoJ3U6Tzr/Cil5ovSdwdWLtQEAQKgjQLcx38YA3RQVeXmqXLpEnn8tl333NtmPfCOHp1x276bU9QXe+sKyTaqztqT2bHNjAdp/trr2dY3NXNde1B1ul9pHSbEXSRdcJ313gtS+c0sMHQAAaGYE6DaGAH2aLEvaukF6a7H00Rpp/3+lkuOSPIGz0bWffqz9oKH/2pHaa0tONXNd35KR+paH+K9VCavVtn8fnOHSOfFS3BApaYIUf7Vk54FHAACCjQDdxhCgW9DxY9L7b0pr/y7t2igV5kuVZfU/7Vh7Zrq+xdr1PYTY0JKRhr4PvfbTlLXf+1/rUM3+fr7Q3l46p6cUO0qKu02KuKAFBg4AAPgjQLcxBOggO/CFtHaBtHmFlP8f6WSRZHnqbiVir/Vz7QcN7fXUayhA156Rrm9Ndu0lJrXr134A0ruVicMuOWOkiGRZ7SdKET+WzeFqiZEDAOBbgwDdxhCg27iKCmnnGmnDQmnP+1LxfqmytO5sdX0z2I3NWtdeK93Qmuzayz7qC+Bhtdr3q2uFSZZdqgyrOsodUmXYObLCukv2EWqvO+RS35YaPQAAzgomeS2s0bPAt0FYmNR/ZNXRkGOHpI8XSbv+KR3+VCorkOSpG6q9y5n9H4Q81Xv/jTwa2tTD+9dcT/Xhvc4j2TxVbTm85+ySzXNClZW7VanPVWz/k8rlUKXCVCmHKuRQpcLlUZTs6qNo3aBOuk4OMYsNAEBTMAPdCpiB/hawLMm9Sdr1snRgtXRin2SV1J2xru+LYGrvW93QjLV/G7WXfPjNQnvsUoVDqnTYVRkWpkqHNzTXhGhvkK7wKytXmCoU5he0XZLi1VGp6qlMdVTPVhpMAABaHzPQQGuz2aQug6qOhpQfl75aJO1fJB3bIlUekeyeurt6SDUz1Ha/9/5l/rPZqpmgrv2z/4R37aOqGcv3P4dvets7xV2mCuXpkN7QAa3wC9nO6vAdJksd1EHddKGu1EUaKofvuycBADh7Gc1AFxYW6p///Kfef/99ffnllzpx4oTi4uI0YMAAZWRkaOjQoS3Z15DFDDSa7Ng26eCL0rH/k8r3SfaSurPRtWamreqZaY9D8oRJlQ6p0mFTpd0uj8OhCkeYKmVXpRzy+M1AVx32gKUdFXXO+89Sh/lmrSsU7jeDHe67tkIOlSlclQpTmcJkyakwddR31UeXa5jiFBu8sQUAoBHN/hBhXl6eZs2apQULFigxMVGDBw9WYmKi2rVrp4KCAm3btk25ubk677zzNHv2bI0ZM6bZbuZsQIBGs6kskY7/TTr5mixriyx7gWSzqsJz9VFpr1q+4QkLqwrRtpolHB455KkO0zVHTcCuWcJh99X3X+ZRE5T911PXBGpvyC5XuN+MdbgvXHvflyusOmiHy6YIdVG8rlN/peq8YI8wAOBbqtmXcAwYMEATJ05Ubm6u+vat/2n+kydPatmyZZo3b56++uor/fznPzfvOYDGOSKkyAlS5ISA5w/tflXKK3fppO1FVdj/rQodkEdl1WHY7gvPVa82VcpevWjDpkrZZEnVh02WbPJUv3oPVdfxqlkiYskuS57qWlU/Sw5ZsuSRRx45qheMSJW+WuWyqUKl2qc8/U4HVV4dtksVpnK5VK4wVcqpSJ2jq5Wo25So9iwTAQAEWZNmoL/55hvFxjb9/3o1rX+2YwYabUmlSnVEy3VE/9BJ7Va5SlQhVc9OO/zCtkMVfks8PLL7lm/UncH2n432Lvfwn7UO91sCEuY3Ix3utxwkLGDGuqz6nPe1XOEql0NlcqrMcqpM4SqznKqocMpREq4rK9rryXMi9B0Xu4kAAMw1+wy0aRgmPANtl0MudVKmOimzwTpF+lx7tUQHtUUeFapCVnWYDvebyQ48LN9RNXPtndX2VJdV/U09cAbbq+4DjjWtOapnsKvmzu0KU6U8tkpV7ddXIVu4XeUO6a3Sk/rn8QqVfVMmlbikknDppE06IemklBom/e8lUn9+PQEAztBp7cKRl5enDz74QAcPHpTH4wk4d9dddzVLxwAET5Qu0CXKbvB8mU5qp97RTr2vYh1WuSr81kx7H0S0+8K2N0xXzXTbqwN2TbD2BCwTkV/gruHdeMS7e4h32Yjd5pHdbskRVilHeJgclR5Veiqr9vVTmO9LadaflC7+SL5AreN+xzGpXzvp9Z9KPbs071gCAM4+xvtAv/LKK7rjjjvkdDoVGxsrm61mLy2bzab//ve/zd7JUMcSDnwbfabP9J7e1z7l6aQqApaD1Oz4UbMcpPZSD+9DhlVLOxy+pR3lCvMt/SivPiqscJWVh6m8zKXy0nCVl4ZJZS6pxCGV2qQSVR2l1a8nq48Tfq9+YVrFkoqqX7+RdMjSzT+q0J9fZf01AJytWvSrvJOSknTnnXcqOztbdrv91BeAAA3U47CK9Q9t1SZ9pWJVqKzWOmr/tdT+u3xUBWhnwJrpck+4ysvDVF7qVHlZuCpKnVJpuFRWHaC9wdn76j38Q/RJVYVnb5j2Bmnv8Y2kAqvqC3L0uTp0yNXRo7e07qABAFpMi36RyokTJzR27FjCM4Az0kmRukPDdUcD50tUoQX6Ukt1SPmqUKlvm7wwVVh+W+pZDlVU2FVZ4VBlhV2V5faqvfw8NqnSVvW9MJWq+Y4Yy+9Vqvv16g6/wynJVX20V1UYPxYhqauOHTuhZ55Zp+nT2f8eAL5tjGegH3jgAcXExGjGjBkt1aezDjPQQMt4taxIT5WX6L+lDpWUh6myIkwqD5fKHVWzz2U2qUxVM8/eo0w1s9En1fiSjqN+r8WSCqsPnZD0paRcWdZNrXW7AIAW1KJLOCorK3XNNdfo5MmT6t+/v8LDA9cE/u53vzPv8VmOAA0Ex1/2SzO/kL48KqlcVeHZG6hLar16Q/Rx1YRob4D2LucolHTMqi7YJ+ljWdaNrXhHAICW0qJLOObMmaN//etfuvDCCyWpzkOEANBW3NS16mjIo2ulX6+WThSqZmbaOyPtDdLeMH1C0gnv+o/jkooVHV3cgr0HALRVxjPQHTt21Ny5c3XLLbe0UJfOPsxAA6Hn0CHp4h9K7j0V0gl7VbBWhaTDkvZL2i7LuiWYXQQANKMWnYF2uVz63ve+d9qdA4BQEBcnHdgkBf6adEpKrD4GBaNbAIA2wHgrjbvvvlvPPPNMS/QFAAAAaPOMZ6A3bNigNWvWaPny5brooovqPES4dOnSZuscAAAA0NYYB+jo6Ghdf/31LdEXAAAAoM0zDtAvv/xyS/QDAAAACAl8nSAAAABgoEkB+qqrrtJHH310ynpHjx7VY489pueee+6MOwYAAAC0RU0K0D/+8Y+VmZmpvn376sEHH9SSJUv04YcfKjc3V2+//baefvpp/eQnP1GXLl20efNm/c///E+Ldfi5555T9+7dFRERodTUVG3YsKHR+kuWLFHv3r0VERGh/v37a8WKFQHnLcvSrFmz1KVLF7Vr107p6en67LPPAuoUFBRo/PjxioyMVHR0tCZPnqxjx441+70BAACg7WvyF6mUlpZqyZIlWrx4sT744AMVFRVVNWCzqW/fvsrIyNDkyZPVp0+fFuvs4sWLNWHCBM2fP1+pqamaN2+elixZot27d6tz58516q9bt07Dhw/XnDlzdM0112jhwoV67LHHtHnzZvXr10+S9Nhjj2nOnDl69dVX1aNHD/3yl7/Up59+qh07digiIkKS9MMf/lAHDhzQH//4R5WXl2vSpEkaNGiQFi5c2KR+80UqABD6roqaKI8tTLYIl+zOcHW9KFH/u+IBvoUXOEuY5DXjbyL0Kioq0smTJxUbG1tnK7uWkpqaqkGDBunZZ5+VJHk8HiUlJWn69OmaMWNGnfpjxozR8ePHtXz5cl/ZkCFDlJycrPnz58uyLCUmJuq+++7Tz3/+c999xcfH65VXXtHYsWO1c+dO9e3bVxs3btTAgQMlSStXrtTVV1+tr7/+WomJiafsNwEaAELbyIjxskdHyRbhkuVyygp3SOFh8jjsssKqD7tNll2yHHZZ4XY5I+z60XWX6qe3XEnIBkJAi34ToVdUVJSioqJO93JjZWVlys3NVXZ2tq/MbrcrPT1dOTk59V6Tk5OjrKysgLKMjAwtW7ZMkrRnzx653W6lp6f7zkdFRSk1NVU5OTkaO3ascnJyFB0d7QvPkpSeni673a7169frRz/6UZ3PLS0tVWlpqe99cXHxad0zACD4Pv/kc9nOaS9beLgUHi6FOaSwMFkOuxTukBVmqwrNDlvVYa96LfFYWvj6Zi14c3NVmU1V56tf5ZA6d2yvm0cN0k/SLyVkAyHktAN0azt8+LAqKysVHx8fUB4fH69du3bVe43b7a63vtvt9p33ljVWp/bykLCwMMXExPjq1DZnzhz96le/auKdAQDasufu+bNsdrtkt0t2W/VRE4Zls0k2Vc9A2/yCtPxmpb3v/cps0oHiE3p80bt67G/vVrVpqw7YNkkOyeaQzk/oqJsvH6jrUi8iZANtRMgE6FCSnZ0dMPNdXFyspKSkIPYIAHC65q55RBkxt8tmeaT6Vj36hWjfe/mVeQO2rSogV5Wp6jH+6uAtb7i2Vb366kv6T/4R/fJvqzRzyarqwO69rqoNZ5hNfbrEa8LQZF11cW9CNtAKQiZAd+rUSQ6HQ/n5+QHl+fn5SkhIqPeahISERut7X/Pz89WlS5eAOsnJyb46Bw8eDGijoqJCBQUFDX6uy+WSy+Vq+s0BANq2EydkOcOlsDDJ4ZDsdtnsVlWItVQVrK3q4OrL2JZq0rRqgq9NgWHbVnNpQLm9pq5VJ3TXlJd6LG3Jc2vL0pW6558r63yGZZfahzt0SWKCJgwaoPQLezX36ADfOiEToJ1Op1JSUrR69WqNHj1aUtVDhKtXr9a0adPqvSYtLU2rV6/WPffc4ytbtWqV0tLSJEk9evRQQkKCVq9e7QvMxcXFWr9+vX7605/62igsLFRubq5SUlIkSWvWrJHH41FqamrL3CwAoE35V8kC7d27V3f0ny1bVJRs7SMky+kXj+2y2SxZtqoJ56pgbQsM15YkS7JZ1RPZtSeKa4Xq2mW1w3TAq1/Y9j+8ZccrK7Xu6/1at//r+kO5XYpyhiu5SxdNuDhZV/S8oFnHDzjbGO/CMXHiRE2ePFnDhw9vqT41aPHixZo4caL++Mc/avDgwZo3b57+9re/adeuXYqPj9eECRPUtWtXzZkzR1LVNnaXXXaZHn30UY0aNUqLFi3Sb3/72zrb2D366KMB29h98skndbaxy8/P1/z5833b2A0cOJBt7AAAAf66cJ1eW/yBjpdLnuqHBT2O6jXQYaq7NtruXYrh994biL3nVKu8vtdas9L+AbrmvdVA2LYCr1FVmWrVsduljs4IDUz4jm686BJdltSztYYVaBUtugtHUVGR0tPTdd5552nSpEmaOHGiunbtetqdNTFmzBgdOnRIs2bNktvtVnJyslauXOl7CHDfvn2y22u+G2bo0KFauHChZs6cqYceeki9evXSsmXLfOFZkh544AEdP35cU6ZMUWFhoYYNG6aVK1f6wrMkLViwQNOmTdOIESNkt9uVmZmpp59+ulXuGQAQOsbdOFTjbhzaaJ1VH+zQC6/naO/hIslTVWb5L/fwLQtRzSqQU702pvbMdH1lAefqhmfZpEpJh8tPauXXn2nl/s98dW2+mWxLdpsU5zpHgxO6atwFyRqaSMjG2em09oE+dOiQXnvtNb366qvasWOH0tPTNXnyZF133XWttid0KGEGGgBg4r1P/6sXV+Zoe95BlUm+mWHvg4O+V/+Z59oz0PZaM9B2q85sde0ZaMsvMNcO0LXP2QLqeaOEVeecTaoO2pZsdincZlPniA4aHNdNP+kxQIPiu7f4eAJN0SpfpOK1efNmvfzyy3rxxRfVoUMH3XTTTfrZz36mXr14SMGLAA0AaG4bP/tSf3x/o7bu269jHk/N8ov6lnXYVf8SDv9y3/UGAdoueUNzTXhWwMx0VZiufq+qV1/AlmRTdbiuvtZusxRutynBda5S47prdFKKkjt1b40hxbdcq3yRiiQdOHBAq1at0qpVq+RwOHT11Vfr008/Vd++ffX444/r3nvvPZPmAQBAAwb1Ok+Dep3XaJ3cffv14vqN2rhvvworymSzLFkeyWavDsseVYfgKjZbrZ36TrU8xL9O7fDsUzM7bfPVUfXuflZAud3mkc0mVcqj/aWF+uf+LXo9b3N136qWiNhU9eq0O5QQEaWUmPN1TdcU9evY+FgAzcl4Brq8vFxvvPGGXn75Zf373//WxRdfrNtuu0033nijL63/85//1K233qojR460SKdDDTPQAIC26uMDB/TS5lzl5O3T4ZKTVcuy/Zdn2OuZgbb7L9OoPQNdeya6aumGzT9Ye2ecA2afLdmr60s1s9E276Ga8FxVx/I77z1nVbdZdW2ELUzxER01oGMv/SA+Rb2jWZONhrXoEo5OnTrJ4/Fo3Lhxuv32233bv/krLCzUgAEDtGfPHqOOn60I0ACAULbtoFuvbt+sD77eK3fZMV/I9j1A6B+i/cOyTbLZPL5gbQsI1g0H6Jr3VW3avQG6uo5UE659rwos94Ztu3/YVk3QttssOWySyxauzq4YXRzVW8PjU3XBud1bd3DRZrRogH7ttdf04x//OGCXCjSOAA0AONvt/CZff9mVq/cO7JW7tEiV8p+hrgnFtoBZ6poZY28Ytttr1kvb/YO1AkO2f7iumXmuqRsQsCXZ5R+sa9q2yapaCm7z+M1ie89JYTZLLrtTcc5OuijqIqXFDlG3c7rzjY9noVZ9iBCnRoAGAED6T2G+Fn2xRR/mf668kiKVq1LyWwdtt3lk95vB9l/CURVyLb8ZZb/QXStA16yVrpmd9obq+oO1JzB4y6pzvd03y+3fvqc6ZEvhtgh1dnXWhef216Udv6fE9oTsUEOAbmMI0AAANM1nhflaui9XOYc+14GSIyq3lUvyW9ssv1DtP2vtC711g3LtAG33D+XeINxAqLbLG6oDQ7a9Tsj2m8WWfPW95Q6b5FR7dXJ20fmRl6hv5DB1aX9+0MYZdRGg2xgCNAAAzWdvcb6W523S+sP/0YGSb1Sm0qplIn6htubwC7w2S456ZqAbC9AOW00g9i4dscuSvfp9QDD3BX1PdZ3qWXVfuzXLRCRLDvkvHZEcsslpa68YZ6K6dUhRr3MvU6eInsxktxICdBtDgAYAoHXtO56vt90btemb7dUh+6Qkb6ANDNV272yxrWYJh3fW2eELzR6/GW3/936B27e8wyOHApd/VM1M+4V1/zZUHdDr1K2e+VZNf+2yy2k7R1HOJHVpP0jdO1yhjhEXELKbAQG6jSFAAwDQ9hw4eVBr8z/S1iPbdbA0X6U6XrMziOQL1lWz1jUB2e4Xum1SwPmqGemaAO2oLxDXWgJS87MnYFmJXf4h3/IFdd8sea2QXdW2ZJdDTtu5igzvpk7thqjruSMU6fpuMIc6JBCg2xgCNAAAocl9Il8ffZOjHUWfKr80T2U6Vr2cI3BJhsN/GYdf+PWW2+QN0/UH6Jog7FemwOUf3tntqrbkq1+zbMRvSYoC+xewNluS3RamcEXqHGdPdXSlqdO5I9XB+e0O2QToNoYADQDA2etwyUFtLvxQu4q26HDp1yrTUUmVvhDsvwzEbqsJwN4lHA55Z49rArHDVl+A9g/e3oDs8fu5Zsa7avmJf8j2D89+67UDZrkl+c2W2xWuMFuk2oV9V+dGDFPUOSPVznlh8Aa6hRGg2xgCNAAA327flLi1o+gD/ffYJn1T+qXKdVQ2Vfg9+OjxzVhXBeGaWeya9djym6VuOEDbVc9Mt+quua5bZgWE8Joy1ZrFll+ZUw51lDPsAkVEXKYO7TPkCtGZbAJ0G0OABgAAp1JUekCfFb+nL49v0JGyPaq0iiSVByzf8K3LlgJmrO21AnedGWvVnfGuLyzb/ZaC+Idn33mp5kttVBOmq7/hvbqfkk226jKb7DaX7OooR1gvOSO+L2fESIU5e7X6+J4KAbqNIUADAIDmcLR0v7489p7yTqxTcdkXqrQKJZUGrqf2hWzLL2T7LwPxm8n2XVd/gPbtMuIXnn1fJKPA8Gyr3oovsKwmSPsHa5tsVUtGbDbZZZdNTtkVK4X1ksP5Pdnapcvh7NmqY0uAbmMI0AAAoLUcL8tT3rE1OnTyAx0v/488VoF8ITsgNFu1QrVVvYNIYICuua4mQNeEcv9QXT3j7CsLDMtVrza/c7aAQO2btbbZq++k6r2cV8jW8RnZbM4WHTcCdBtDgAYAAG3JybL9OnT8bR0peVcnynbL0jeyqyRgptoXpH37VvuH6MAZaEetAO2dfbZXRWC/mWmb38y0rVaotvvF6FoirpE9+nctOiYmeS2sRXsCAACANqeds6u6OSeqmyY2WKek/GsVn1il4pNrVVaxU5Z1WB6VyC7JY0my1SzVsKrfW7Kq566rzlW9s8mqLvGPxrXfNarkX6d1ny2FAA0AAIA6IsK/o4ioSeocNanBOuXleTp24t86WbJGlZU75bEOSyqtOml5H0JUdYyuCdi1w3VVfG4kRLfw8g1TBGgAAACclvDwRHWMukUdo25psE55+X6VlaxWeelaqXynLOsbVVqlvu34qh5ptGSzLF+GrrOM45xbW+gOTg8BGgAAAC0mPLyrwsMnSOdOaLBOZUWePCXvyip5V6r8jyzrG9lVKdljpA5TZW8/phV7fGoEaAAAAASVIyxRjg7jpA7jgt2VJrGfugoAAAAALwI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYIAADQAAABggQAMAAAAGCNAAAACAAQI0AAAAYCBkAnRBQYHGjx+vyMhIRUdHa/LkyTp27Fij15SUlGjq1KmKjY1Vhw4dlJmZqfz8/IA6+/bt06hRo9S+fXt17txZ999/vyoqKnzn165dK5vNVudwu90tcp8AAABo20ImQI8fP17bt2/XqlWrtHz5cr333nuaMmVKo9fce++9evPNN7VkyRK9++67ysvL0/XXX+87X1lZqVGjRqmsrEzr1q3Tq6++qldeeUWzZs2q09bu3bt14MAB39G5c+dmv0cAAAC0fTbLsqxgd+JUdu7cqb59+2rjxo0aOHCgJGnlypW6+uqr9fXXXysxMbHONUVFRYqLi9PChQt1ww03SJJ27dqlPn36KCcnR0OGDNH//d//6ZprrlFeXp7i4+MlSfPnz9eDDz6oQ4cOyel0au3atbriiit05MgRRUdHn1b/i4uLFRUVpaKiIkVGRp7eIAAAAKDFmOS1kJiBzsnJUXR0tC88S1J6errsdrvWr19f7zW5ubkqLy9Xenq6r6x3797q1q2bcnJyfO3279/fF54lKSMjQ8XFxdq+fXtAe8nJyerSpYt+8IMf6MMPP2zO2wMAAEAICQt2B5rC7XbXWTIRFhammJiYBtciu91uOZ3OOrPG8fHxvmvcbndAePae956TpC5dumj+/PkaOHCgSktL9eKLL+ryyy/X+vXrdemll9b72aWlpSotLfW9Ly4ubvrNAgAAoE0L6gz0jBkz6n1Az//YtWtXMLuoCy+8UHfccYdSUlI0dOhQvfTSSxo6dKjmzp3b4DVz5sxRVFSU70hKSmrFHgMAAKAlBXUG+r777tMtt9zSaJ2ePXsqISFBBw8eDCivqKhQQUGBEhIS6r0uISFBZWVlKiwsDJiFzs/P912TkJCgDRs2BFzn3aWjoXYlafDgwfrggw8aPJ+dna2srCzf++LiYkI0AADAWSKoATouLk5xcXGnrJeWlqbCwkLl5uYqJSVFkrRmzRp5PB6lpqbWe01KSorCw8O1evVqZWZmSqraSWPfvn1KS0vztfub3/xGBw8e9C0RWbVqlSIjI9W3b98G+7N161Z16dKlwfMul0sul+uU9wUAAIDQExJroPv06aOrrrpKt99+u+bPn6/y8nJNmzZNY8eO9e3AsX//fo0YMUJ//vOfNXjwYEVFRWny5MnKyspSTEyMIiMjNX36dKWlpWnIkCGSpJEjR6pv3766+eab9fjjj8vtdmvmzJmaOnWqLwDPmzdPPXr00EUXXaSSkhK9+OKLWrNmjf79738HbTwAAAAQPCERoCVpwYIFmjZtmkaMGCG73a7MzEw9/fTTvvPl5eXavXu3Tpw44SubO3eur25paakyMjL0/PPP+847HA4tX75cP/3pT5WWlqZzzjlHEydO1COPPOKrU1ZWpvvuu0/79+9X+/btdfHFF+vtt9/WFVdc0To3DgAAgDYlJPaBDnXsAw0AANC2nXX7QAMAAABtBQEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADIROgCwoKNH78eEVGRio6OlqTJ0/WsWPHGr2mpKREU6dOVWxsrDp06KDMzEzl5+cH1LnrrruUkpIil8ul5OTketv55JNP9P3vf18RERFKSkrS448/3ly3BQAAgBATMgF6/Pjx2r59u1atWqXly5frvffe05QpUxq95t5779Wbb76pJUuW6N1331VeXp6uv/76OvVuvfVWjRkzpt42iouLNXLkSJ133nnKzc3VE088oYcfflgvvPBCs9wXAAAAQovNsiwr2J04lZ07d6pv377auHGjBg4cKElauXKlrr76an399ddKTEysc01RUZHi4uK0cOFC3XDDDZKkXbt2qU+fPsrJydGQIUMC6j/88MNatmyZtm7dGlD+hz/8Qb/4xS/kdrvldDolSTNmzNCyZcu0a9euJvW/uLhYUVFRKioqUmRkpOntAwAAoIWZ5LWQmIHOyclRdHS0LzxLUnp6uux2u9avX1/vNbm5uSovL1d6erqvrHfv3urWrZtycnKMPnv48OG+8CxJGRkZ2r17t44cOXIadwMAAIBQFhbsDjSF2+1W586dA8rCwsIUExMjt9vd4DVOp1PR0dEB5fHx8Q1e01A7PXr0qNOG91zHjh3rXFNaWqrS0lLf++Li4iZ/HgAAANq2oM5Az5gxQzabrdGjqcsk2pI5c+YoKirKdyQlJQW7SwAAAGgmQZ2Bvu+++3TLLbc0Wqdnz55KSEjQwYMHA8orKipUUFCghISEeq9LSEhQWVmZCgsLA2ah8/PzG7ymoXZq79zhfd9QO9nZ2crKyvK9Ly4uJkQDAACcJYIaoOPi4hQXF3fKemlpaSosLFRubq5SUlIkSWvWrJHH41Fqamq916SkpCg8PFyrV69WZmamJGn37t3at2+f0tLSmtzHtLQ0/eIXv1B5ebnCw8MlSatWrdKFF15Y7/INSXK5XHK5XE3+DAAAAISOkHiIsE+fPrrqqqt0++23a8OGDfrwww81bdo0jR071rcDx/79+9W7d29t2LBBkhQVFaXJkycrKytL77zzjnJzczVp0iSlpaUF7MDx+eefa+vWrXK73Tp58qS2bt2qrVu3qqysTJJ04403yul0avLkydq+fbsWL16s3//+9wEzzAAAAPj2CImHCCVpwYIFmjZtmkaMGCG73a7MzEw9/fTTvvPl5eXavXu3Tpw44SubO3eur25paakyMjL0/PPPB7R722236d133/W9HzBggCRpz5496t69u6KiovTvf/9bU6dOVUpKijp16qRZs2adcg9qAAAAnJ1CYh/oUMc+0AAAAG3bWbcPNAAAANBWEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMhEyALigo0Pjx4xUZGano6GhNnjxZx44da/SakpISTZ06VbGxserQoYMyMzOVn58fUOeuu+5SSkqKXC6XkpOT67Sxd+9e2Wy2OsdHH33UnLcHAACAEBEyAXr8+PHavn27Vq1apeXLl+u9997TlClTGr3m3nvv1ZtvvqklS5bo3XffVV5enq6//vo69W699VaNGTOm0bbefvttHThwwHekpKSc0f0AAAAgNIUFuwNNsXPnTq1cuVIbN27UwIEDJUnPPPOMrr76aj355JNKTEysc01RUZH+9Kc/aeHChbryyislSS+//LL69Omjjz76SEOGDJEkPf3005KkQ4cO6ZNPPmmwD7GxsUpISGjuWwMAAECICYkZ6JycHEVHR/vCsySlp6fLbrdr/fr19V6Tm5ur8vJypaen+8p69+6tbt26KScnx7gP1157rTp37qxhw4bpjTfeaLRuaWmpiouLAw4AAACcHUIiQLvdbnXu3DmgLCwsTDExMXK73Q1e43Q6FR0dHVAeHx/f4DX16dChg5566iktWbJEb731loYNG6bRo0c3GqLnzJmjqKgo35GUlNTkzwMAAEDbFtQAPWPGjHof0PM/du3aFcwuqlOnTsrKylJqaqoGDRqkRx99VDfddJOeeOKJBq/Jzs5WUVGR7/jqq69asccAAABoSUFdA33ffffplltuabROz549lZCQoIMHDwaUV1RUqKCgoMF1yQkJCSorK1NhYWHALHR+fv4Zr2VOTU3VqlWrGjzvcrnkcrnO6DMAAADQNgU1QMfFxSkuLu6U9dLS0lRYWKjc3Fzf7hdr1qyRx+NRampqvdekpKQoPDxcq1evVmZmpiRp9+7d2rdvn9LS0s6o31u3blWXLl3OqA0AAACEppDYhaNPnz666qqrdPvtt2v+/PkqLy/XtGnTNHbsWN8OHPv379eIESP05z//WYMHD1ZUVJQmT56srKwsxcTEKDIyUtOnT1daWppvBw5J+vzzz3Xs2DG53W6dPHlSW7dulST17dtXTqdTr776qpxOpwYMGCBJWrp0qV566SW9+OKLrT4OAAAACL6QCNCStGDBAk2bNk0jRoyQ3W5XZmambws6SSovL9fu3bt14sQJX9ncuXN9dUtLS5WRkaHnn38+oN3bbrtN7777ru+9Nyjv2bNH3bt3lyT9+te/1pdffqmwsDD17t1bixcv1g033NCCdwsAAIC2ymZZlhXsTpztiouLFRUVpaKiIkVGRga7OwAAAKjFJK+FxDZ2AAAAQFtBgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwEDIBOiCggKNHz9ekZGRio6O1uTJk3Xs2LFGrykpKdHUqVMVGxurDh06KDMzU/n5+b7zH3/8scaNG6ekpCS1a9dOffr00e9///s67axdu1aXXnqpXC6XLrjgAr3yyivNfXsAAAAIESEToMePH6/t27dr1apVWr58ud577z1NmTKl0Wvuvfdevfnmm1qyZIneffdd5eXl6frrr/edz83NVefOnfWXv/xF27dv1y9+8QtlZ2fr2Wef9dXZs2ePRo0apSuuuEJbt27VPffco9tuu03/+te/WuxeAQAA0HbZLMuygt2JU9m5c6f69u2rjRs3auDAgZKklStX6uqrr9bXX3+txMTEOtcUFRUpLi5OCxcu1A033CBJ2rVrl/r06aOcnBwNGTKk3s+aOnWqdu7cqTVr1kiSHnzwQb311lvatm2br87YsWNVWFiolStXNqn/xcXFioqKUlFRkSIjI43uHQAAAC3PJK+FxAx0Tk6OoqOjfeFZktLT02W327V+/fp6r8nNzVV5ebnS09N9Zb1791a3bt2Uk5PT4GcVFRUpJiYm4LP925CkjIyMRtsoLS1VcXFxwAEAAICzQ0gEaLfbrc6dOweUhYWFKSYmRm63u8FrnE6noqOjA8rj4+MbvGbdunVavHhxwNIQt9ut+Pj4Om0UFxfr5MmT9bYzZ84cRUVF+Y6kpKRT3SIAAABCRFAD9IwZM2Sz2Ro9du3a1Sp92bZtm6677jrNnj1bI0eOPKO2srOzVVRU5Du++uqrZuolAAAAgi0smB9+33336ZZbbmm0Ts+ePZWQkKCDBw8GlFdUVKigoEAJCQn1XpeQkKCysjIVFhYGzELn5+fXuWbHjh0aMWKEpkyZopkzZ9Zpx3/nDm8bkZGRateuXb2f7XK55HK5Gr0vAAAAhKagBui4uDjFxcWdsl5aWpoKCwuVm5urlJQUSdKaNWvk8XiUmppa7zUpKSkKDw/X6tWrlZmZKUnavXu39u3bp7S0NF+97du368orr9TEiRP1m9/8pt7PXrFiRUDZqlWrAtoAAADAt0dI7MIhST/84Q+Vn5+v+fPnq7y8XJMmTdLAgQO1cOFCSdL+/fs1YsQI/fnPf9bgwYMlST/96U+1YsUKvfLKK4qMjNT06dMlVa11lqqWbVx55ZXKyMjQE0884fssh8PhC/Z79uxRv379NHXqVN16661as2aN7rrrLr311lvKyMhoUt/ZhQMAAKBtO+t24ZCkBQsWqHfv3hoxYoSuvvpqDRs2TC+88ILvfHl5uXbv3q0TJ074yubOnatrrrlGmZmZGj58uBISErR06VLf+b///e86dOiQ/vKXv6hLly6+Y9CgQb46PXr00FtvvaVVq1bpkksu0VNPPaUXX3yxyeEZAAAAZ5eQmYEOZcxAAwAAtG1n5Qw0AAAA0BYQoAEAAAADBGgAAADAAAEaAAAAMECABgAAAAwQoAEAAAADBGgAAADAAAEaAAAAMBAW7A58G3i/q6a4uDjIPQEAAEB9vDmtKd8xSIBuBUePHpUkJSUlBbknAAAAaMzRo0cVFRXVaB2+yrsVeDwe5eXl6dxzz5XNZjO+vri4WElJSfrqq6/4KvBaGJuGMTYNY2wax/g0jLFpGGPTMMamYW1pbCzL0tGjR5WYmCi7vfFVzsxAtwK73a7vfOc7Z9xOZGRk0P9wtVWMTcMYm4YxNo1jfBrG2DSMsWkYY9OwtjI2p5p59uIhQgAAAMAAARoAAAAwQIAOAS6XS7Nnz5bL5Qp2V9ocxqZhjE3DGJvGMT4NY2waxtg0jLFpWKiODQ8RAgAAAAaYgQYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgA6CgoICjR8/XpGRkYqOjtbkyZN17NixRq8pKSnR1KlTFRsbqw4dOigzM1P5+fm+8x9//LHGjRunpKQktWvXTn369NHvf//7gDbWrl0rm81W53C73S1yn6cjWGMjVY3PpZdeKpfLpQsuuECvvPJKc9/eGWmJsZGku+66SykpKXK5XEpOTq7Txt69e+v9c/PRRx815+2dkWCNjSR98skn+v73v6+IiAglJSXp8ccfb67bajYtNT779u3TqFGj1L59e3Xu3Fn333+/KioqfOfb4u+c5557Tt27d1dERIRSU1O1YcOGRusvWbJEvXv3VkREhPr3768VK1YEnLcsS7NmzVKXLl3Url07paen67PPPguoczrjHwzBGJvu3bvX+fPx6KOPNvu9nanmHpulS5dq5MiRio2Nlc1m09atW+u00ZR/B9uCYIzN5ZdfXufPzZ133tmct3VqFlrdVVddZV1yySXWRx99ZL3//vvWBRdcYI0bN67Ra+68804rKSnJWr16tbVp0yZryJAh1tChQ33n//SnP1l33XWXtXbtWuuLL76wXnvtNatdu3bWM88846vzzjvvWJKs3bt3WwcOHPAdlZWVLXavpoI1Nv/973+t9u3bW1lZWdaOHTusZ555xnI4HNbKlStb7F5NtcTYWJZlTZ8+3Xr22Wetm2++2brkkkvqtLFnzx5LkvX2228H/LkpKytrzts7I8Eam6KiIis+Pt4aP368tW3bNuuvf/2r1a5dO+uPf/xjc97eGWuJ8amoqLD69etnpaenW1u2bLFWrFhhderUycrOzvbVaWu/cxYtWmQ5nU7rpZdesrZv327dfvvtVnR0tJWfn19v/Q8//NByOBzW448/bu3YscOaOXOmFR4ebn366ae+Oo8++qgVFRVlLVu2zPr444+ta6+91urRo4d18uRJX53TGf/WFqyxOe+886xHHnkk4M/HsWPHWvx+TbTE2Pz5z3+2fvWrX1n/+7//a0mytmzZUqedpvyOCrZgjc1ll11m3X777QF/boqKilrqNutFgG5lO3bssCRZGzdu9JX93//9n2Wz2az9+/fXe01hYaEVHh5uLVmyxFe2c+dOS5KVk5PT4Gf97Gc/s6644grfe+9/zI4cOXLmN9ICgjk2DzzwgHXRRRcF1BkzZoyVkZFxurfTrFpjbGbPnt1ogK7vl1hbEMyxef75562OHTtapaWlvrIHH3zQuvDCC8/gjppXS43PihUrLLvdbrndbl+dP/zhD1ZkZKRvPNra75zBgwdbU6dO9b2vrKy0EhMTrTlz5tRb/yc/+Yk1atSogLLU1FTrjjvusCzLsjwej5WQkGA98cQTvvOFhYWWy+Wy/vrXv1qWdXrjHwzBGBvLqgrQc+fObcY7aX7NPTb+Gvr9err/bWttwRgby6oK0HffffcZ9f1MsYSjleXk5Cg6OloDBw70laWnp8tut2v9+vX1XpObm6vy8nKlp6f7ynr37q1u3bopJyenwc8qKipSTExMnfLk5GR16dJFP/jBD/Thhx+ewd00r2COTU5OTkAbkpSRkdFoG62pNcemIddee606d+6sYcOG6Y033jC/iRYSzLHJycnR8OHD5XQ6fWUZGRnavXu3jhw5chp30/xaanxycnLUv39/xcfH++pkZGSouLhY27dvD2ivLfzOKSsrU25ubsA92e12paenN/jP/FS/F/bs2SO32x1QJyoqSqmpqQHjZDr+rS1YY+P16KOPKjY2VgMGDNATTzwRsAwo2FpibJqiuX9/t4RgjY3XggUL1KlTJ/Xr10/Z2dk6ceKEcRtnIqxVPw1yu93q3LlzQFlYWJhiYmIaXBfodrvldDoVHR0dUB4fH9/gNevWrdPixYv11ltv+cq6dOmi+fPna+DAgSotLdWLL76oyy+/XOvXr9ell156ZjfWDII5Nm63OyAIeNsoLi7WyZMn1a5du9O4o+bTWmNTnw4dOuipp57S9773Pdntdv3jH//Q6NGjtWzZMl177bXG99Lcgjk2brdbPXr0qNOG91zHjh2b3FZLaanxaejfGe85qW39zjl8+LAqKyvr7fOuXbvqvaahe/QfA29ZY3VMx7+1BWtspKrnDC699FLFxMRo3bp1ys7O1oEDB/S73/3ujO+rObTE2DRFc/2OaknBGhtJuvHGG3XeeecpMTFRn3zyiR588EHt3r1bS5cuNbuJM0CAbiYzZszQY4891midnTt3tkpftm3bpuuuu06zZ8/WyJEjfeUXXnihLrzwQt/7oUOH6osvvtDcuXP12muvtVh/QmFsgqUtjU1DOnXqpKysLN/7QYMGKS8vT0888USLBuhQGJtgCoXxCdbvHIQO/98tF198sZxOp+644w7NmTMn5L7aGa1nypQpvp/79++vLl26aMSIEfriiy90/vnnt0ofCNDN5L777tMtt9zSaJ2ePXsqISFBBw8eDCivqKhQQUGBEhIS6r0uISFBZWVlKiwsDPjbaH5+fp1rduzYoREjRmjKlCmaOXPmKfs9ePBgffDBB6esdyZCYWwSEhLqPN2cn5+vyMjIFp19bitjYyo1NVWrVq06ozZOJRTGpqE/N95zLSnY45OQkFDnafum3Htr/M6pT6dOneRwOOr959XYODRW3/uan5+vLl26BNTx7tpyOuPf2oI1NvVJTU1VRUWF9u7dG/CXr2BpibFpipb8/d1cgjU29UlNTZUkff75560WoHmIsJV5HyjZtGmTr+xf//pXkx7o+fvf/+4r27VrV52HCbZt22Z17tzZuv/++5vcn/T0dOtHP/rRadxJ8wvm2DzwwANWv379AsrGjRvX5h4ibImx8WroQbn63HbbbdaAAQPMbqKFBHNsvA8R+u9Ikp2d3SYfImzu8fE+ROj/tP0f//hHKzIy0iopKWmwP8H8nTN48GBr2rRpvveVlZVW165dG33g6ZprrgkoS0tLq/Og3JNPPuk7X1RUVO9DhCbjHwzBGJv6/OUvf7HsdrtVUFBwJrfTrJp7bPyd6iHCpv6OCpZgjE19PvjgA0uS9fHHH5vdwBkgQAfBVVddZQ0YMMBav3699cEHH1i9evUK2NLo66+/ti688EJr/fr1vrI777zT6tatm7VmzRpr06ZNVlpampWWluY7/+mnn1pxcXHWTTfdFLCty8GDB3115s6day1btsz67LPPrE8//dS6++67Lbvdbr399tutc+NNEKyx8W5jd//991s7d+60nnvuuTa5jV1zj41lWdZnn31mbdmyxbrjjjus7373u9aWLVusLVu2+HZSeOWVV6yFCxdaO3futHbu3Gn95je/sex2u/XSSy+1zo03QbDGprCw0IqPj7duvvlma9u2bdaiRYus9u3bt8lt7Jp7fLzb2I0cOdLaunWrtXLlSisuLi5gG7u29jtn0aJFlsvlsl555RVrx44d1pQpU6zo6GjfTiI333yzNWPGDF/9Dz/80AoLC7OefPJJa+fOndbs2bPr3aotOjraev31161PPvnEuu666+rdxq6x8W8LgjE269ats+bOnWtt3brV+uKLL6y//OUvVlxcnDVhwoTWvflTaImx+eabb6wtW7ZYb731liXJWrRokbVlyxbrwIEDvjpN+R0VbMEYm88//9x65JFHrE2bNll79uyxXn/9datnz57W8OHDW/XeCdBB8M0331jjxo2zOnToYEVGRlqTJk2yjh496jvv/VvXO++84ys7efKk9bOf/czq2LGj1b59e+tHP/pRwL9os2fPtiTVOc477zxfnccee8w6//zzrYiICCsmJsa6/PLLrTVr1rTGLTdZsMbGsqq23EpOTracTqfVs2dP6+WXX27huzXTEmNjWVXbAdU3Pnv27LEsqypA9+nTx2rfvr0VGRlpDR48OGBrpbYgWGNjWZb18ccfW8OGDbNcLpfVtWtX69FHH23p2zXWUuOzd+9e64c//KHVrl07q1OnTtZ9991nlZeX+863xd85zzzzjNWtWzfL6XRagwcPtj766CPfucsuu8yaOHFiQP2//e1v1ne/+13L6XRaF110kfXWW28FnPd4PNYvf/lLKz4+3nK5XNaIESOs3bt3B9Q51fi3Fa09Nrm5uVZqaqoVFRVlRUREWH369LF++9vfNvr/YARLc4/Nyy+/XO/vltmzZ/vqNOXfwbagtcdm37591vDhw62YmBjL5XJZF1xwgXX//fe3+j7QNsuyrOZdFAIAAACcvdgHGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgAAADBAgAYAAAAMEKABAAAAAwRoAAAAwAABGgDQZH/60580cuTIM2rj8OHD6ty5s77++utm6hUAtC6+iRAA0CQlJSXq2bOnlixZou9973tn1NbPf/5zHTlyRH/605+aqXcA0HqYgQYANMnf//53RUZGnnF4lqRJkyZpwYIFKigoaIaeAUDrIkADwLfMoUOHlJCQoN/+9re+snXr1snpdGr16tUNXrdo0SL9z//8T0DZLbfcotGjR+u3v/2t4uPjFR0drUceeUQVFRW6//77FRMTo+985zt6+eWXA6676KKLlJiYqH/+85/Ne3MA0AoI0ADwLRMXF6eXXnpJDz/8sDZt2qSjR4/q5ptv1rRp0zRixIgGr/vggw80cODAOuVr1qxRXl6e3nvvPf3ud7/T7Nmzdc0116hjx45av3697rzzTt1xxx111jwPHjxY77//frPfHwC0NNZAA8C31NSpU/X2229r4MCB+vTTT7Vx40a5XK566xYWFqpjx45677339P3vf99Xfsstt2jt2rX673//K7u9ak6md+/e6ty5s9577z1JUmVlpaKiovTiiy9q7NixvmuzsrK0ZcsWvfPOOy14lwDQ/MKC3QEAQHA8+eST6tevn5YsWaLc3NwGw7MknTx5UpIUERFR59xFF13kC8+SFB8fr379+vneOxwOxcbG6uDBgwHXtWvXTidOnDjT2wCAVscSDgD4lvriiy+Ul5cnj8ejvXv3Nlo3NjZWNptNR44cqXMuPDw84L3NZqu3zOPxBJQVFBQoLi7u9DoPAEFEgAaAb6GysjLddNNNGjNmjH7961/rtttuqzND7M/pdKpv377asWNHs/Vh27ZtGjBgQLO1BwCthQANAN9Cv/jFL1RUVKSnn35aDz74oL773e/q1ltvbfSajIwMffDBB83y+SdOnFBubu4ZfykLAAQDARoAvmXWrl2refPm6bXXXlNkZKTsdrtee+01vf/++/rDH/7Q4HWTJ0/WihUrVFRUdMZ9eP3119WtW7eABxIBIFSwCwcAoMl+/OMf69JLL1V2dvYZtTNkyBDddddduvHGG5upZwDQepiBBgA02RNPPKEOHTqcURuHDx/W9ddfr3HjxjVTrwCgdTEDDQAAABhgBhoAAAAwQIAGAAAADBCgAQAAAAMEaAAAAMAAARoAAAAwQIAGAAAADBCgAQAAAAMEaAAAAMAAARoAAAAw8P8B92IYAyZNnc0AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 800x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cp1=charged_particle()\n",
    "cp1.x=np.array([-9e-3,1e-3,0])\n",
    "cp1.v=np.array([2,1,0])\n",
    "cp2=charged_particle()\n",
    "cp2.q=-1.6e-19\n",
    "cp2.m=9e-31\n",
    "time_frame=[0,1e-4]\n",
    "n_steps=1000\n",
    "r=binary_Coulomb_collision(cp1,cp2,time_frame,n_steps)\n",
    "plot_2D(r,plot_size=8)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Plasma frequency and the Debye length\n",
    "Because collisions are mostly deflections, with minimal exchange of energy, electrons are relatively free to move in between ions. In most cases, electrons are projectiles since the ions are much more massive and barely move on the electron timescale.\n",
    "\n",
    "As a result, we can look at the ideal case where electrons have small oscillations near an equilibrium position. We can assume no collisions as long as the amplitude of motion is small."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "### Plasma frequency\n",
    "We start with a perfectly neutral plasma with ion density $n_0$. We displace the electrons by a small amount. The plasma is now electrically charged and an electric field develops such that $\\vec \\nabla . \\vec E=\\varepsilon_0 (n_0-n_e)$. We use $n_1=n_0-n_e<<n_0$. Using Newton's second law we get $$m_e\\frac{dv_e}{dt}=-e\\vec E.$$ Let's assume that we only have changes of density along the x-direction then we have $$\\frac{\\partial n_e}{\\partial t}+\\frac{\\partial n_ev_e}{\\partial x}=0$$ These equations formed a coupled system of partial differential equations.  We can simplify the problem and assume that the density is oscillatory $n_e=\\exp (ikx-i\\omega t)$. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "We now get $$ik\\varepsilon_0E=-en_1\\\\-i\\omega m_e v_e=-eE\\\\-i\\omega n_1=-ikn_0v_e$$\n",
    "What's the value of $\\omega$?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "We get $$\\omega_e=\\sqrt{\\frac{n_0e^2}{\\varepsilon_0m_e}}$$\n",
    "The electron oscillates at a frequency $\\omega_e$. This is called the *plasma frequency*. Let's compute this frequency is solid aluminum with density $n_0=6\\times 10^{28}m^{-3}$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.3810305199653646e+16\n"
     ]
    }
   ],
   "source": [
    "n_0=6e28\n",
    "m_e=9.1e-31\n",
    "epsilon_0=8.85e-12\n",
    "e=1.6e-19\n",
    "omega_e=(n_0*e**2/(epsilon_0*m_e))**0.5\n",
    "print (omega_e)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "Let's see the photon wavelength it corresponds to. We know that $\\lambda=\\frac{c}{\\omega_e}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "21.722908774494268 nm\n"
     ]
    }
   ],
   "source": [
    "lambda_light=3e8/omega_e\n",
    "print(lambda_light*1e9,'nm')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "source": [
    "This this in the UV range. This shows that aluminum (and metal in general) are good reflectors of UV light."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "def plasma_oscillations(n_0,th,particles,time_frame,n_steps):\n",
    "    loc=np.zeros((3,n_steps,len(particles))) \n",
    "    v_old=np.zeros((3,len(particles)))\n",
    "    for i in range(len(particles)):\n",
    "        loc[:,0,i]=particles[i].x\n",
    "        v_old[:,i]=particles[i].v\n",
    "    v_new=np.zeros((3,len(particles)))\n",
    "    dt=(time_frame[1]-time_frame[0])/n_steps\n",
    "    for i in range(1,n_steps,1):\n",
    "        for j in range(len(particles)):\n",
    "            E=np.array([1/(4*np.pi*8.85e-12)*n_0*th*1.6e-19,0,0]) #electric field creating by a plane of positive charges\n",
    "            if (loc[0,i-1,j]<0):\n",
    "                E*=-1\n",
    "            F=particles[j].q*E\n",
    "            v_new[:,j]=F/particles[j].m*dt+v_old[:,j]\n",
    "            loc[:,i,j]=v_new[:,j]*dt+loc[:,i-1,j] #new position\n",
    "        v_old=v_new\n",
    "    return loc    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [],
   "source": [
    "def plot_2D(r,n_interpolated=1,plot_size=3,plot_axes='axes'):\n",
    "    n = len(r[0,:,0])\n",
    "    k = n_interpolated\n",
    "    fig, ax = plt.subplots(1, 1, figsize=(plot_size, plot_size))\n",
    "    # Now, we draw our points with a gradient of colors.\n",
    "    for i in range(len(r[0,0,:])):\n",
    "        x_interpolated = np.interp(np.arange(n * k), np.arange(n) * k, r[0,:,i])\n",
    "        y_interpolated = np.interp(np.arange(n * k), np.arange(n) * k, r[1,:,i])\n",
    "        ax.scatter(x_interpolated, y_interpolated, c=range(n*k), linewidths=0,\n",
    "                   marker='o', s=2*plot_size, cmap=plt.cm.jet,) \n",
    "    #compute autoscale parameters\n",
    "    xc=(r[0,:,:].max()+r[0,:,:].min())/2.\n",
    "    x_low=xc-(r[0,:,:].max()-r[0,:,:].min())/2.*1.1\n",
    "    x_high=xc+(r[0,:,:].max()-r[0,:,:].min())/2.*1.1\n",
    "    yc=(r[1,:,:].max()+r[1,:,:].min())/2.\n",
    "    y_low=yc-(r[1,:,:].max()-r[1,:,:].min())/2.*1.1\n",
    "    y_high=yc+(r[1,:,:].max()-r[1,:,:].min())/2.*1.1\n",
    "    #set autoscale parameters\n",
    "    ax.set_xlim(min(x_low,y_low),max(x_high,y_high))\n",
    "    ax.set_ylim(min(x_low,y_low),max(x_high,y_high))\n",
    "    #ax.axis('equal') #or this can be used \n",
    "    if (plot_axes!=\"axes\"):\n",
    "        ax.set_axis_off()\n",
    "    else:\n",
    "        plt.xlabel(\"x (m)\")\n",
    "        plt.ylabel(\"y (m)\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "N=30\n",
    "cp=np.empty(N,dtype=object)\n",
    "sp=np.linspace(-4e-3,4e-3,N)\n",
    "for i in range (N):\n",
    "    cp[i]=charged_particle()\n",
    "    cp[i].x=np.array([-6e-3,sp[i],0])\n",
    "    cp[i].v=np.array([0,100000*(np.random.random_sample()-0.5),0])\n",
    "time_frame=[0,50e-8]\n",
    "n_steps=500\n",
    "r=plasma_oscillations(1e19,1e-7,cp,time_frame,n_steps)\n",
    "plot_2D(r,n_interpolated=20,plot_size=8)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "### The Debye length\n",
    "In general, plasmas are quasi neutral. They do not carry a net charge on large scales since they roughly have the same number of ions and electrons, i.e. $$Zn_i=n_e\\tag{3.5}$$ where $Z$ is the ionization factor of ions (e.g. if 2 electrons have left an atom then the ionization factor of the resulting ion is $Z=2$). However, because of thermal motion, the plasma is not neutral locally.  This means that there is a scale length $\\lambda_D$ such that $Zn_i\\neq n_e$. This length is the amplitude of the plasma oscillations just discussed but when electron motion is driven by thermal motion, i.e.\n",
    "$\\lambda_D\\omega_e=v_{T_{e}}$ or $$\\lambda_D=\\frac{v_{T_{e}}}{\\omega_e}$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## The cross-section for Coulomb collisions\n",
    "In the previous section we saw how we connect the impact parameter and the speed and compute a deflection. We can then integrate for all deflections to get the total cross-section of Coulomb collisions. We can look at three types of collisions:\n",
    "1. electron-electron $\\sigma_{e-e}$\n",
    "2. ion-ion $\\sigma_{i-i}$\n",
    "3. electron-ion $\\sigma_{e-i}$\n",
    "\n",
    "For each type of interaction, the cross-section will be different. Further, the deflections due to collisions can be strong or weak.  "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "### Strong Coulomb collisions\n",
    "Strong Coulomb collisions happens when the incident particles pass close to the target particles. In this case the deflection is large and the cross-section can be computed as follow. For strong collisions to happen we need to have the kinetic energy of the incident particle on the order of the Coulomb potential near the particle. If we look at electron(projectile)-ion(target) collisions\n",
    "$$\\frac{Ze^2}{4\\pi\\varepsilon_0b}=\\frac{m_ev_e^2}{2}$$\n",
    "In this case, we can take the cross-section to be $\\sigma=\\pi b^2$ and we find that \n",
    "$$\\sigma_{ei}=\\pi\\Big(\\frac{Ze^2}{2\\pi \\varepsilon_0m_ev_e^2}\\Big)^2$$\n",
    "The collision frequency is found by using Eq. $(3.2)$\n",
    "$$\\nu_{ei}=n_i\\sigma_{ei}v_e=\\frac{Z^2e^4n_i}{4\\pi\\varepsilon_0^2m_e^2v_e^3}$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "Let's compute the cross-section $\\sigma_{ei}$ and collision frequency $\\nu_{ei}$ for electrons traveling at 10km/s and use a proton density of $n_i=10^{19}m^{-3}$."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "8.040827412502484e-11 m**2\n",
      "8.040827412502484 THz\n"
     ]
    }
   ],
   "source": [
    "m_e=9.1e-31\n",
    "Z=1\n",
    "e=1.6e-19\n",
    "epsilon_0=8.85e-12\n",
    "v_e=10000\n",
    "n_i=1e19\n",
    "sigma=(Z*e**2/(2*np.pi*epsilon_0*m_e*v_e**2))**2*np.pi\n",
    "print(sigma,'m**2')\n",
    "print(sigma*n_i*v_e*1e-12,'THz')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "### Small angle scattering Coulomb collisions\n",
    "Rather than using the electron velocity, it is possible to use the electron temperature $T_e$. This is done by supposing that all particle have the same \"temperature\" so that \n",
    "$$\\frac{1}{2}m_ev_e^2=eT_e$$\n",
    "and for the ions\n",
    "$$\\frac{1}{2}m_iv_i^2=eT_i$$\n",
    "\n",
    "where $T_i$ and $T_e$ and in volt (not in Kelvin, not in Celsius). In plasmas, temperatures are really high, so it is usually given in volt, not in K. If you need to do a conversion, remember that $$k_BT(K)=eT(V).$$  $k_B$ is the Boltzmann constant (i.e. $1.38\\times 10^{-23}$). We are using this weird unit for temperature because the temperature goes high quickly in plasmas. We would end up with very large number. Let's compute the temperature in K of a plasma inside the solar corona with temperature $T_e=100eV$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {
    "slideshow": {
     "slide_type": "fragment"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1159420.2898550723 K\n"
     ]
    }
   ],
   "source": [
    "T_e=100 ##in eV\n",
    "k=1.38e-23\n",
    "e=1.6e-19\n",
    "T_K=e*T_e/k #in K\n",
    "print(T_K,'K')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "subslide"
    }
   },
   "source": [
    "Large angle deflections come from the accumulation of small angle scattering of many collisions, leading to an inflation of the Coulomb cross-section by $\\ln \\Lambda$, called the Coulomb logarithm, which is $$\\ln \\Lambda=\\ln\\Big(\\frac{2\\lambda_D}{b}\\Big)$$\n",
    "Typical values for $\\ln \\Lambda$ are between 10 and 15. So the collision frequency becomes $$\\nu_{ei}=\\frac{Z^2e^4n_i\\ln\\Lambda}{4\\pi\\varepsilon_0^2m_e^2v_e^3}$$\n",
    "In this case we need to use statistical mechanics (we are using temperature after all).  This brings forth the average collision rate $<\\nu_{ei}>$ rather than $\\nu_{ei}$\n",
    "$$<\\nu_{ei}>=\\frac{\\sqrt{2}n_iZ^2e^4\\ln\\Lambda}{12\\pi^{3/2}\\varepsilon_0^2m_e^{1/2}(eT_e)^{3/2}}$$\n",
    "We can conversely compute the electron-electron frequency $\\nu_{ee}$ after forming an average to use the electron temperature $$<\\nu_{ee}>=\\frac{n_ee^4\\ln\\Lambda}{\\varepsilon_0^2m_e^{1/2}(eT_e)^{3/2}}$$\n",
    "Note that the ratio between $<\\nu_{ee}>$ and $<\\nu_{ei}>$ is on the order of $n_iZ^2/n_e$. We can also apply the same method to compute $<\\nu_{ii}>$, i.e. $$<\\nu_{ii}>=\\frac{n_iZ^4e^4\\ln\\Lambda}{12\\pi^{3/2}\\varepsilon_0^2m_i^{1/2}(eT_i)^{3/2}}$$\n",
    "Note that the factor $\\sqrt{2}$ is gone because we look at ions of the same mass. As a results the reduced mass is simply $m_R=\\frac{m_i^2}{2m_i}=\\frac{m_i}{2}$\n",
    "\n",
    "Note: here all temperatures are in $V$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "slideshow": {
     "slide_type": "slide"
    }
   },
   "source": [
    "## Particle in cell\n",
    "It is possible to approximate Coulomb collisions by grouping the particles together, in clumps, computing their charge distribution on a grid, advancing the electrostatic quantities on this grid using Maxwell's equations, and then computing the force caused by the \"grid\" electric field on each particle clump. This is the spirit of the so called Vlasov equation, that we will see i nthe next chapter. This method is know as particle-in-cell or [*PIC*](https://doi.org/10.1103%2FRevModPhys.55.403). \n",
    "\n",
    "While this method uses both electric and magnetic fields, we focus on electric fields only here."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pyamg\n",
    "import scipy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "metadata": {},
   "outputs": [],
   "source": [
    "class charged_particle:\n",
    "    m=9.10938356e-31 #mass \n",
    "    q=-1.60217662e-19 #charge\n",
    "    x=0. #location\n",
    "    y=0. #location\n",
    "    vx=0. #speed\n",
    "    vy=0. #speed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "metadata": {},
   "outputs": [],
   "source": [
    "class grid_2D:\n",
    "    Nx=10\n",
    "    Ny=10\n",
    "    x=np.zeros(Nx) \n",
    "    y=np.zeros(Ny) \n",
    "    data=np.zeros((Nx,Ny,2))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {},
   "outputs": [],
   "source": [
    "def charge_deposition(charged_particles,grid,tiny):\n",
    "    charge_density=np.zeros((grid.Nx,grid.Ny))\n",
    "    dist=np.zeros((2,2))\n",
    "    val=np.zeros((2,2))\n",
    "    dx=grid.x[1]-grid.x[0]\n",
    "    dx=grid.y[1]-grid.y[0]\n",
    "    for n in range (len(charged_particles)):\n",
    "        ig=int((charged_particles[n].x-grid.x[0])/(grid.x[grid.Nx-1]-grid.x[0])*(grid.Nx-1))\n",
    "        jg=int((charged_particles[n].y-grid.y[0])/(grid.y[grid.Ny-1]-grid.y[0])*(grid.Ny-1))\n",
    "        if (ig>=grid.Nx-2):\n",
    "            ig=grid.N_x-2\n",
    "        if (jg>=grid.Ny-2):\n",
    "            jg=grid.Ny-2\n",
    "        for i in range (2):\n",
    "            for j in range (2):\n",
    "                dist[i,j]=sqrt((charged_particles[n].x-grid.x[ig+i])**2+(charged_particles[n].y-grid.y[jg+j])**2)\n",
    "        ave=0\n",
    "        for i in range (2):\n",
    "            for j in range (2):\n",
    "                val[i,j]=1./(dist[i,j]+tiny)\n",
    "                ave+=val[i,j]\n",
    "        for i in range (2):\n",
    "            for j in range (2):\n",
    "                charge_density[ig+i,jg+j]+=val[i,j]*charged_particles[n].q/ave\n",
    "    return charge_density/8.85e-12/abs((grid.x[1]-grid.x[0])*(grid.y[1]-grid.y[0]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "def comp_E(charge_density,grid):\n",
    "    Asize=len(charge_density[:,0])*len(charge_density[0,:])\n",
    "    b=np.zeros(Asize)\n",
    "    for i in range (len(charge_density[:,0])):\n",
    "        for j in range (len(charge_density[0,:])):\n",
    "            k=j+i*len(charge_density[0,:])\n",
    "            b[k]=charge_density[i,j]\n",
    "    stencil = [ [-1,-1,-1],[-1,8,-1],[-1,-1,-1] ]\n",
    "    A = pyamg.gallery.stencil_grid(stencil, (len(charge_density[:,0]),len(charge_density[0,:])), dtype=float, format='csr')\n",
    "    B = np.ones((A.shape[0],1))\n",
    "    ml = pyamg.smoothed_aggregation_solver(A,B,max_coarse=10)\n",
    "    #print (ml)\n",
    "    residuals=[]\n",
    "    x0 = np.random.rand(A.shape[0],1)\n",
    "    x = ml.solve(b=b,x0=x0,tol=1e-10,residuals=residuals,accel='cg')\n",
    "    #(residuals[-1]/residuals[0])**(1.0/len(residuals))\n",
    "    solution=np.zeros((len(charge_density[:,0]),len(charge_density[0,:])))\n",
    "    grid.data=np.zeros((len(charge_density[:,0]),len(charge_density[0,:]),2))\n",
    "    for i in range (len(charge_density[:,0])):\n",
    "        for j in range (len(charge_density[0,:])):\n",
    "            k=j+i*len(charge_density[0,:])\n",
    "            solution[i,j]=x[k]\n",
    "    for i in range (1,len(charge_density[:,0])-1):\n",
    "        for j in range (1,len(charge_density[0,:])-1):\n",
    "            grid.data[i,j,1]=-(solution[i+1,j]-solution[i-1,j])/2.\n",
    "            grid.data[i,j,0]=-(solution[i,j+1]-solution[i,j-1])/2.\n",
    "    return solution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "v_e= 188561.80831641264 m/s\n",
      "lambda_D= 1.0517841983981314e-06 m\n",
      "T= 3.5047237478152256e-11 s\n",
      "number of particles in the plane: 180 x 180\n",
      "time step 1.1155856085482638e-11\n",
      "number of cycles 78\n"
     ]
    }
   ],
   "source": [
    "T_e=.1\n",
    "n_e=1e19\n",
    "m_e=9e-31\n",
    "e=1.6e-19\n",
    "v_e=sqrt(2*e*T_e/m_e)\n",
    "omega_e=sqrt(n_e*e**2/(8.85e-12*m_e))\n",
    "lambda_D=v_e/omega_e\n",
    "length=8*lambda_D\n",
    "dt=length/v_e/4\n",
    "T=2*3.1416/omega_e\n",
    "N=int(n_e**(1/3)*length)*10\n",
    "time_frame=[0,25*T]\n",
    "n_steps=int((time_frame[1]-time_frame[0])/dt)\n",
    "print('v_e=',v_e,'m/s')\n",
    "print('lambda_D=',lambda_D,'m')\n",
    "print('T=',T,'s')\n",
    "print('number of particles in the plane:',N,'x',N)\n",
    "print('time step',dt)\n",
    "print('number of cycles',n_steps)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "metadata": {},
   "outputs": [],
   "source": [
    "box=np.array([-length,length,-length,length])*0.75\n",
    "E_grid=grid_2D\n",
    "E_grid.Nx=N\n",
    "E_grid.Ny=N\n",
    "E_grid.x=np.linspace(-length,length,N)\n",
    "E_grid.y=np.linspace(-length*2,length,N)\n",
    "E_grid.data=np.zeros((E_grid.Nx,E_grid.Ny,2))\n",
    "rho_grid=grid_2D\n",
    "rho_grid.Nx=N\n",
    "rho_grid.Ny=N\n",
    "rho_grid.x=np.linspace(-length,length,N)\n",
    "rho_grid.y=np.linspace(-length,length,N)\n",
    "rho_grid.data=np.zeros((rho_grid.Nx,rho_grid.Ny))\n",
    "cp=np.empty(0,dtype=object)\n",
    "l=0\n",
    "Np=10000\n",
    "\n",
    "for i in range (Np):\n",
    "    cp=np.append(cp,charged_particle())\n",
    "    cp[l].m=1.67e-27\n",
    "    cp[l].x=box[0]+(box[1]-box[0])*np.random.random_sample()\n",
    "    cp[l].y=box[2]+(box[3]-box[2])*np.random.random_sample()\n",
    "    cp[l].q*=-1\n",
    "    cp[l].vx=0\n",
    "    cp[l].vy=0\n",
    "    l+=1\n",
    "\n",
    "for i in range (Np):\n",
    "    cp=np.append(cp,charged_particle())\n",
    "    rd=np.random.random_sample()\n",
    "    vx=v_e/sqrt(2)*math.cos(2*math.pi*rd)\n",
    "    vy=v_e/sqrt(2)*math.sin(2*math.pi*rd)\n",
    "    cp[l].x=box[0]+(box[1]-box[0])*np.random.random_sample()\n",
    "    cp[l].y=box[2]+(box[3]-box[2])*np.random.random_sample()\n",
    "    cp[l].vx=vx\n",
    "    cp[l].vy=vy\n",
    "    l+=1\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cd=charge_deposition(cp,E_grid,1e-5)\n",
    "sol=comp_E(cd,E_grid)\n",
    "fig, ax = plt.subplots(figsize=(10, 10))\n",
    "\n",
    "im = plt.imshow(np.flip(np.flip(np.hypot(E_grid.data[:,:,0],E_grid.data[:,:,1]),0),1), cmap=plt.cm.jet, extent=box)\n",
    "#im = plt.imshow(np.flip(np.flip(cd,0),1), cmap=plt.cm.jet, extent=box)\n",
    "im.set_interpolation('bilinear')\n",
    "\n",
    "cb = fig.colorbar(im)\n",
    "plt.xlabel('x', rotation=0)\n",
    "plt.ylabel('y', rotation=90)\n",
    "cb.ax.set_ylabel('E', rotation=-90)\n",
    "cb.ax.yaxis.set_label_coords(6, 0.5)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Problems:\n",
    "\n",
    "### Problem 1\n",
    "1. Write a version of `binary_Coulomb_collisions` that can handle any arbitrary number of particles.\n",
    "2. Modify `plot_2D` function so that you can print the results.\n",
    "\n",
    "### Problem 2\n",
    "1. Write a function that shows the trajectory of *many* electrons inside the lattice of fixed ions and use the right boundary conditions to generate plasma oscillations\n",
    "2. Measure the oscillation frequency and compare it to analytical results.\n",
    "\n",
    "### Problem 3\n",
    "Compute the collisions frequencies $\\nu_{ee}$, $\\nu_{ei}$ and $\\nu_{ii}$ for the following *hydrogen* plasmas:\n",
    "1. Earth ionosphere: $n_e=10^{11}m^{-3}$ and $T_e=10meV$\n",
    "1. Solar corona plasma: $n_e=10^{15}m^{-3}$ and $T_e=100eV$\n",
    "2. Solar wind plasma: $n_e=10^{7}m^{-3}$ and $T_e=10eV$\n",
    "3. A fusion reactor: $n_e=10^{23}m^{-3}$ and $T_e=10keV$\n",
    "4. A Z-pinch: $n_e=10^{25}m^{-3}$ and $T_e=500eV$\n",
    "5. A laser plasma: $n_e=10^{28}m^{-3}$ and $T_e=500eV$\n",
    "\n",
    "Note that we use hydrogen, so $n_i=n_e$ and $Z=1$. Where necessary we will suppose that $T_i=T_e$\n",
    "\n",
    "### Problem 4\n",
    "\n",
    "1. Compute the Debye length $\\lambda_D$ for several densities between $10^{19}m^{-3}$ and $10^{20}m^{-3}$ and for several temperatures between $0.1eV$ and $1eV$.\n",
    "\n",
    "Using a version of `binary_Coulomb_collisions` that can handle any arbitrary number of particles, generate a hydrogen plasma inside a 2-dimensional box, using the previous densities and temperatures, supposing that $n_i=n_e$ and that the ions do not move. Make sure that the box is much larger than the large Debye length compute in question 1. After several time steps: \n",
    "2. Plot the average electric field inside the box for each density and temperature (Hint: sum the electric fields over time as vectors, then take the strength of this average electric field)\n",
    "2. Compute the Debye length $\\lambda_D$ using the information you got from this electric field\n",
    "3. Compare it to the theoretical values computed in 1.\n",
    "\n",
    "### Problem 5\n",
    "Using the binary collision function defined in this chapter, plot the distribution function of 25 protons and 25 electrons locked inside a box of size 2mmx2mm, randomly distributed, for each of the following initial parameters:\n",
    "1. $v_i=v_e=1000\\,m/s$, all with random directions\n",
    "1. $v_i=v_e/10=100\\,m/s$, all with random directions\n",
    "\n",
    "Note that we will suppose that there is no displacement along the Z-direction and that all particles reflect back inside the box when they hit the walls of the box.\n",
    "\n",
    "### Problem 6\n",
    "Compute numerically the total number of particles for an infinitely large box where the particles inside have the following distribution function:\n",
    "$$f(\\vec x,\\vec v,t)=A_0\\exp\\Big(-\\frac{x^2+y^2+z^2}{L_0^2}\\Big)\\exp\\Big(-\\frac{v_x^2+v_y^2+v_z^2}{v_0^2}\\Big)$$\n",
    "where $A_0=200\\,particles/m^6s^3$, $L_0=2 m$ and $v_0=0.1\\,m/s$. Compare the numerical answer with the analytical answer using the fact that $$\\int_{-\\infty}^{+\\infty}\\exp(-x^2)dx=\\sqrt{\\pi}.$$"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Â© Pierre Gourdain, The University of Rochester, 2020"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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